Organizers: Paula Cerejeiras pceres@ua.pt, Irene Sabadini irene.sabadini@polimi.it
Organizers: Paula Cerejeiras pceres@ua.pt, Irene Sabadini irene.sabadini@polimi.it
IWOTA 2021
Special Session on Operators and Hypercomplex Analysis
Chapman University in Orange, CA, August 9-13, 2021
https://www.chapman.edu/scst/conferences-and-events/iwota-2021/
HypercomplexIanalysis is an emergent field dedicated to the extension of classical analysis to non-commutative structures while focusing on the study of functions belonging to the null-space of aIDirac operator. This session aims to invite experts to present their latest advances related to Operator theory in hypercomplex analysis, as well as its applications to physics, numerical analysis ofIPDEs, development of a spectral theory for quaternionIoperators.O
Time zone converter (in case of doubt, use PDT zone (Pacific Daylight Time) as reference):
Confirmed Speakers
Swanhild Bernstein, TU Bergakademie Freiberg, Germany - The Segal-Bargmann transform in Clifford analysis
Hendrik De Bie, Ghent University, Belgium - Solutions and representation theory of the Lévy-Leblond operator
Der-Chen Chang, Georgetown University, Washington DC, US - Hardy Spaces on a Family of Model Domains in ${\mathbf C}^{n+1}$
Kamal Diki, Politecnico di Milano, Italy - Poly slice monogenic functions, Cauchy formulas and the PS-functional calculus
Milton Ferreira, Polytechnic of Leiria, Portugal - Symbol calculus of pseudo-differential operators on the group Spin(4)
Ali Guzmán Adán, Ghent University, Belgium - On the connection between Fueter’s theorem and the generalized CK extension
David Kimsey, Newcastle University, UK - The spectral theorem for a normal operator on a Clifford module
Dmitrii Legatiuk, Bauhaus University Weimar, Germany - Stochastic PDEs in Clifford analysis: Wick product approach and related results
Maria Elena Luna Elizarraras, Holon Institute of Technology, Israel - Singularities of bicomplex holomorphic functions
Antonino de Martino, Politecnico di Milano, Italy - On the polyanalytic short-time Fourier transform in the quaternionic setting
Teppo Mertens, Ghent University, Belgium - Inverting Radon-type transforms over the Lie sphere using Clifford analysis
Stefano Pinton, Politecnico di Milano, Italy - The fractional Powers of Quaternionic Vector Operator in Bounded and Unbounded Domains
Ivan Pombo, University of Aveiro, Portugal - Inverse Conductivity Problem a Quaternionic Approach
Tao Qian, Macau University of Science and Technology, P. R. China - Kernel Approximation in Hypercomplex Spaces
Tentative Schedule
Below you will find the sessions by speakers and chairs time zones. Please, check carefully since there might exist errors due to human nature.
ZOOM link: https://chapman.zoom.us/s/97174799505 Password: CU21
IMPORTANT: the talks are automatically recorded. If you do not wish for your talk to be recorded, please ask the Session Organizers to stop it. Also, if you forgot to ask and you still wish for your recording to be deleted, we can certainly do so.